Every single point on the circular rim a clock is associated, without exception, to the face a working clock could display. Every single point. There is no room for a single extra association, much less the infinite number of them that would be needed. You could pick a point on the rim and say it is associated with the small hand being exactly at 12 and the large hand exactly at 6 but that would be untrue, that point has already been associated with a working clock face as can be seen just by moving the hour hand to point to that point, so now the same point is associated with 2 very different clock faces and that is a invalid mapping.
This sort of reasoning only works with finite sets. I’m not going to bother to address the rest of your comment, because it’s full of confusion and it’s clear you really need to go back and relearn basic set theory. It would be a waste of all our time to continue this argument further.
This sort of reasoning only works with finite sets. I’m not going to bother to address the rest of your comment, because it’s full of confusion and it’s clear you really need to go back and relearn basic set theory. It would be a waste of all our time to continue this argument further.